Invention Grant
- Patent Title: Digital generation of a chaotic numerical sequence
- Patent Title (中): 数字生成的混沌数字序列
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Application No.: US11737459Application Date: 2007-04-19
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Publication No.: US07937427B2Publication Date: 2011-05-03
- Inventor: David B. Chester , Alan J. Michaels
- Applicant: David B. Chester , Alan J. Michaels
- Applicant Address: US FL Melbourne
- Assignee: Harris Corporation
- Current Assignee: Harris Corporation
- Current Assignee Address: US FL Melbourne
- Agency: Fox Rothschild, LLP
- Agent Robert J. Sacco
- Main IPC: G06F1/02
- IPC: G06F1/02 ; H04L9/00

Abstract:
A method is provided for generating a chaotic sequence. The method includes selecting a plurality of polynomial equations. The method also includes using residue number system (RNS) arithmetic operations to respectively determine solutions for the polynomial equations. The solutions are iteratively computed and expressed as RNS residue values. The method further includes determining a series of digits in a weighted number system (e.g., a binary number system) based on the RNS residue values. According to an aspect of the invention, the method includes using a Chinese Remainder Theorem process to determine a series of digits in the weighted number system based on the RNS residue values. According to another aspect of the invention, the determining step comprises identifying a number in the weighted number system that is defined by the RNS residue values.
Public/Granted literature
- US20080263119A1 Digital Generation of a Chaotic Numerical Sequence Public/Granted day:2008-10-23
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